That depends how fast it sails. If it sails with a speed of 25 knots -which I doubt-, it will take one hour. A more typical speed for that kind of vessel would be 8 knots, and then the trip would take a little over three hours.
Depends on speed of boat.
Depends on how many knots the boat is doing
If the miles are nautical ones, then it takes (3)/(the boat's speed in knots) hours. If the miles are statute ones, then it takes (2.6053)/(the boat's speed in knots) hours.
A knot is 1 nautical mile per hour and 1.151 land miles per hour
The time it would take to travel by fishing boat from Germany to Melbourne depends on various factors, including the boat's speed, weather conditions, and the specific route taken. On average, a fishing boat might travel at speeds of 5 to 10 knots. Given the distance of approximately 10,000 nautical miles, the journey could take anywhere from several weeks to a few months, depending on these variables and any stops along the way.
The distance between the above places is approximately equal to 8947 nautical miles. To convert miles to nautical miles, multiply the miles by 0.86. This is point to point straight distance. The actual distance will change according to the route.
The distance between the above places is approximately equal to 1949 nautical miles. To convert miles to nautical miles, multiply the miles by 0.86. This is point to point straight distance. The actual distance will change according to the route.
The distance between the above places is approximately equal to 960 nautical miles. To convert miles to nautical miles, multiply the miles by 0.86. This is point to point straight distance. The actual distance will change according to the route.
The distance is 7,910 nautical miles. If the boat travels at 25 mph, it would take just over 13 days.
The duration of a journey from Gloucester to Portugal on a fishing boat can vary significantly based on factors like the boat's speed, weather conditions, and the specific route taken. Generally, a fishing boat might travel at speeds of around 5 to 10 knots. Given the distance of approximately 1,000 nautical miles, the trip could take anywhere from about 5 to 10 days, assuming favorable conditions and continuous travel. However, delays and longer routes could extend the journey further.
The distance between the above places is approximately equal to 799 nautical miles. To convert miles to nautical miles, multiply the miles by 0.86. This is point to point straight distance. The actual distance will change according to the route.
To calculate the travel time, divide the distance by the speed. At 10 knots, traveling 1943 nautical miles would take approximately 194.3 hours. This is equivalent to about 8.1 days.